Elastocapillarity: Adhesion and Wetting in Soft Polymeric Systems
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We have developed a generalized model of particle-substrate interactions describing both adhesion and wetting behavior. Using a combination of the molecular dynamics simulations and scaling analysis we have shown that the crossover between adhesion and wetting-like behavior for a particle with size Rp and shear modulus Gp interacting with a substrate of shear modulus Gs is determined by the dimensionless parameter 尾 鈭?纬*(G* Rp)鈭?/3W鈥?/3, where G* = GpGs/(Gp + Gs) is the effective shear modulus, W is the work of adhesion between particle and substrate, and 纬* = Wgr + 纬p(1鈥?gr) + 纬spgr2 is the effective surface tension of the particle/substrate system with 纬p and 纬s being surface tensions of particle and substrate, 纬sp 鈭?surface tension of the particle-substrate interface, and gr = Gp/(Gp + Gs). This parameter 尾 is proportional to the ratio of elastocapillary length 纬*/G* and contact radius a, 尾 鈭?纬*/G*a. In the limit of small values of the parameter 尾 < 1, when the contact radius a is larger than the elastocapillary length 纬*/G*, our model reproduces Johnson, Kendall, and Roberts results for particle adhesion on elastic substrates (adhesion regime). However, in the opposite limit, 尾 > 1 (a < 纬*/G*), the capillary forces play a dominant role and determine particle-substrate interactions (wetting regime). Model predictions are in a very good agreement with simulation and experimental results.

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